A^3=id B^3=A^2 (A) C^2=id (A B) D^2=C (A B C) E^2=D (A^2 AB^2 C D)
|
72#1
|
A^3=id B^3=A^2 (A) C^2=id (A B) D^2=C (A B C) E^2=D (A^2 AB^2 C D) |
72#2
|
A^2=id B^3=id (A) C^2=A (A B) D^3=B (A B C) E^2=C (A B C D) |
72#3
|
A^2=id B^2=A (A) C^2=A (A AB) D^3=id (A B C) E^3=D (A BC B D) |
72#4
|
A^3=id B^3=A^2 (A) C^2=id (A B) D^2=C (A B C) E^2=C (A^2 AB^2 C CD) |
72#5
|
A^3=id B^3=A^2 (A) C^2=id (A B) D^2=C (A B C) E^2=id (A^2 AB^2 C D) |
72#6
|
A^3=id B^3=A^2 (A) C^2=id (A B) D^2=C (A B C) E^2=id (A^2 AB^2 C CD) |
72#7
|
A^3=id B^3=A^2 (A) C^2=id (A B) D^2=id (A B C) E^2=C (A^2 AB^2 C D) |
72#8
|
A^3=id B^3=A^2 (A) C^2=id (A B) D^2=id (A B C) E^2=id (A^2 AB^2 C CD) |
72#9
|
A^3=id B^2=id (A) C^3=A (A B) D^2=id (A B C) E^2=B (A B C D) |
72#10
|
A^3=id B^2=id (A) C^3=A (A B) D^2=id (A B C) E^2=id (A B C BD) |
72#11
|
A^3=id B^2=id (A) C^3=A (A B) D^2=B (A B C) E^2=B (A B C BD) |
72#12
|
A^3=id B^2=id (A) C^2=B (A B) D^3=id (A B C) E^2=C (A^2 B C D) |
72#13
|
A^3=id B^3=id (A) C^2=id (A B) D^2=C (A B C) E^2=D (A^2 B^2 C D) |
72#14
|
A^2=id B^2=A (A) C^3=id (A B) D^3=id (A B C) E^2=B (A B C D) |
72#15
|
A^2=id B^2=id (A) C^3=id (A B) D^3=C^2 (AB A C) E^2=id (B A C^2 CD^2) |
72#16
|
A^2=id B^2=id (A) C^3=id (A B) D^3=C (AB A C) E^2=id (A B C D) |
72#17
|
A^3=id B^3=A^2 (A) C^2=id (A B) D^2=id (A B C) E^2=id (A^2 AB^2 C D) |
72#18
|
A^3=id B^3=A (A) C^2=id (A B) D^2=id (A B C) E^2=id (A B C D) |
72#19
|
A^3=id B^3=id (A) C^2=id (A B) D^2=C (A^2 B^2 C) E^2=D (A^2B^2 A^2B C D) |
72#20
|
A^3=id B^3=id (A) C^2=id (A B) D^2=C (A B^2 C) E^2=id (A^2 B C D) |
72#21
|
A^3=id B^3=id (A) C^2=id (A B) D^2=C (A B^2 C) E^2=C (A^2 B C D) |
72#22
|
A^3=id B^3=id (A) C^2=id (A B) D^2=id (A B^2 C) E^2=id (A^2 B C CD) |
72#23
|
A^3=id B^3=id (A) C^2=id (A B) D^2=C (A B^2 C) E^2=id (A^2 B C CD) |
72#24
|
A^3=id B^3=id (A) C^2=id (A B) D^2=C (A B^2 C) E^2=C (A^2 B C CD) |
72#25
|
A^2=id B^2=A (A) C^2=A (A AB) D^3=id (A B C) E^3=id (A BC B D) |
72#26
|
A^3=id B^2=id (A) C^3=id (A B) D^2=B (A B C) E^2=B (A^2 B C BD) |
72#27
|
A^3=id B^2=id (A) C^3=id (A B) D^2=B (A B C) E^2=id (A^2 B C D) |
72#28
|
A^3=id B^2=id (A) C^3=id (A B) D^2=B (A B C) E^2=id (A^2 B C BD) |
72#29
|
A^3=id B^2=id (A) C^3=id (A B) D^2=id (A B C) E^2=B (A^2 B C D) |
72#30
|
A^3=id B^2=id (A) C^3=id (A B) D^2=id (A B C) E^2=id (A^2 B C BD) |
72#31
|
A^3=id B^3=id (A) C^2=id (A B) D^2=C (A B C) E^2=C (A^2 B^2 C CD) |
72#32
|
A^3=id B^3=id (A) C^2=id (A B) D^2=C (A B C) E^2=id (A^2 B^2 C D) |
72#33
|
A^3=id B^3=id (A) C^2=id (A B) D^2=C (A B C) E^2=id (A^2 B^2 C CD) |
72#34
|
A^3=id B^3=id (A) C^2=id (A B) D^2=id (A B C) E^2=C (A^2 B^2 C D) |
72#35
|
A^3=id B^3=id (A) C^2=id (A B) D^2=id (A B C) E^2=id (A^2 B^2 C CD) |
72#36
|
A^2=id B^3=id (A) C^3=id (A B) D^2=id (A B C) E^2=A (A B C D) |
72#37
|
A^2=id B^3=id (A) C^3=id (A B) D^2=id (A B C) E^2=id (A B C AD) |
72#38
|
A^2=id B^3=id (A) C^3=id (A B) D^2=A (A B C) E^2=A (A B C AD) |
72#39
|
A^3=id B^3=id (A) C^2=id (A^2 B^2) D^2=C (A^2B^2 A^2B C) E^2=D (A^2B A C D) |
72#40
|
A^3=id B^3=id (A) C^2=id (A^2 B^2) D^2=id (B A C) E^2=id (A B^2 C CD) |
72#41
|
A^3=id B^3=id (A) C^2=id (A^2 B^2) D^2=C (B^2 A C) E^2=C (A^2B^2 A^2B C CD) |
72#42
|
A^2=id B^2=id (A) C^3=id (AB A) D^3=id (A B C) E^2=id (B A C^2 D) |
72#43
|
A^2=id B^2=id (A) C^3=id (A B) D^3=id (AB A C) E^2=id (B A C^2 D^2) |
72#44
|
A^3=id B^2=id (A) C^2=id (A B) D^3=id (A C BC) E^2=id (A^2 B C D) |
72#45
|
A^3=id B^3=id (A) C^2=id (A^2 B^2) D^2=id (A B C) E^2=C (A^2B^2 A^2B C D) |
72#46
|
A^3=id B^3=id (A) C^2=id (A B) D^2=id (A B^2 C) E^2=id (A^2 B C D) |
72#47
|
A^2=id B^2=id (A) C^3=id (A B) D^3=id (AB A C) E^2=id (A B C D) |
72#48
|
A^3=id B^3=id (A) C^2=id (A B) D^2=id (A B C) E^2=id (A^2 B C D) |
72#49
|
A^3=id B^3=id (A) C^2=id (A B) D^2=id (A B C) E^2=id (A^2 B^2 C D) |
72#50
|
A^3=id B^3=id (A) C^2=id (A B) D^2=id (A B C) E^2=id (A B C D) |
last updated: Wed Dec 2 19:27:36 MET 1998 , Anton Betten